2010
DOI: 10.1177/1056789510369333
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The Use of SISO ARX Models in the Determination of the Damage to Dams

Abstract: Modal characteristics of engineering structures can be determined via dynamic observation in scope of system identification and they can be used for a variety of purposes, including model updates, damage assessment, active control, and original design re-evaluation. This paper presents the use of an autoregressive with eXogenous inputs (ARX) model to assess the impact of horizontal displacements in the Oymapinar Dam in Antalya province, Turkey, during the first reservoir filling stage. Besides, displacements i… Show more

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Cited by 4 publications
(2 citation statements)
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“…The popular autoregressive with eXogenous (ARX) model is the simplest model incorporating the input signal, and has been one of the most widely used linear dynamic models due to its simple form and easy-to-compute model parameters. Moreover, the model coefficients of the ARX model had a direct correlation with structural stiffness, and combined with advantages such as convenient calculation, fine robustness, and high sensitivity to damage, 35 the ARX model had been one of the popularly employed damage identification methods. The TVARX model was developed from the ARX model, which is often utilized to establish the input–output relationship of a time-variable linear system.…”
Section: Introductionmentioning
confidence: 99%
“…The popular autoregressive with eXogenous (ARX) model is the simplest model incorporating the input signal, and has been one of the most widely used linear dynamic models due to its simple form and easy-to-compute model parameters. Moreover, the model coefficients of the ARX model had a direct correlation with structural stiffness, and combined with advantages such as convenient calculation, fine robustness, and high sensitivity to damage, 35 the ARX model had been one of the popularly employed damage identification methods. The TVARX model was developed from the ARX model, which is often utilized to establish the input–output relationship of a time-variable linear system.…”
Section: Introductionmentioning
confidence: 99%
“…Although the accuracy of vibration mode measurement is less than that of frequency, they are more sensitive to some small local changes in structure (Doebling et al, 1996). Therefore, the methods based on dynamic mode have also attracted much attention in the field of damage detection (Bagchi et al, 2010;Gulal et al, 2011;Hearn et al, 1991;Rezos et al, 1990;Shi et al, 2000;Song et al 1986;West, 1984). Here the vibration mode has a generalized meaning, including mode shape (displacement), modal assurance criteria (MAC), the coordinate MAC (COMAC) and mode shape derivatives such as curvature and strain, etc.…”
Section: Introductionmentioning
confidence: 99%